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Linear Algebra Practice Problems by Sarah Go is a document available to read on EtoBox.
What is Linear Algebra Practice Problems about?
The document discusses linear independence of vectors and columns of matrices. It provides examples of determining if sets of vectors are linearly independent by putting them into augmented matrix form and reducing to row echelon form. It also addresses statements about linear dependence and independence. Specifically, it summarizes that: 1) If a set S is linearly dependent, at least one vector in S must be a linear combination of other vectors in S, but not every vector needs to be. 2) The columns of an
- Author
- Sarah Go
- Language
- EN